设a、b是相异的两个实数,且满足a
2=4a+3,b
2=4b+3,求
+
的值.
人气:292 ℃ 时间:2019-10-26 14:11:44
解答
根据题意,得:a+b=4,ab=-3,
∴
+
=
+
=4×(
)+3×
=4×
+3×
=4×
+3×
=-
.
推荐
- 设a,b是相异两实数,满足a^2=4a+3,b^2=4b+3,则a^2/b+b^2/a=?
- 设a,b是相异的两个实数,且满足a²-4a+3=0,b²-4b+3=0,求a/b+a/b的值
- 若a.b为实数.且a²+|4b+3|=4a-4,求|ab|的值
- 已知实数a,b满足条件:a2+4b2-a+4b+54=0,那么-ab的平方根是( ) A.±2 B.2 C.±12 D.12
- 若a,b为实数,且a^2+4b^2-2a+4b+2=0,求4a^2-1/b的值
- it is along ideological lines that the debate over multiculturalism has assumed its current form..
- 现有浓度为20%糖水300克,要变为浓度是40%的糖水需加糖多少克?
- 自然界新物种的形成是长期什么的结果新品种呢
猜你喜欢